93.2 s
94.8 s
251 ms
16.8 ms
generate_plot (generic function with 1 method)
176 μs
92.4 ms
1

1002

2
88.8 ms
get_vals (generic function with 1 method)
119 μs
SDEProblem with uType Array{Float64,1} and tType Float64. In-place: false
timespan: (0.0, 100.0)
u0: [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0  …  1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]
8.9 s
prob2
SDEProblem with uType Array{Float64,1} and tType Float64. In-place: false
timespan: (0.0, 100.0)
u0: [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0  …  1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]
194 μs
47.7 s
23.4 s
32.4 ms
Float64
6.9 μs
get_diff_eq (generic function with 1 method)
213 μs
retcode: Success
Interpolation: 1st order linear
t: 1002-element Array{Float64,1}:
   0.0
   0.1
   0.2
   0.30000000000000004
   0.4
   0.5
   0.6
   ⋮
  99.59999999999862
  99.69999999999861
  99.7999999999986
  99.8999999999986
  99.9999999999986
 100.0
u: 1002-element Array{Array{Float64,1},1}:
 [1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0  …  1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0]
 [0.998019015752889, 0.9510658414926022, 1.0140694777315076, 0.9578012096701445, 0.919115750512006, 0.9562252003478064, 0.9652141479108769, 0.9706803007418675, 1.0693271786638994, 1.005725074125227  …  1.0260034142387402, 0.9774434436720234, 1.0422001114652972, 1.0055480480456966, 1.0295297866000548, 1.0343606289661411, 1.0808454876960563, 1.037564871012976, 1.0421317418173428, 1.0571462217470442]
 [0.9824844006466523, 0.9574841946060301, 0.9927687303308445, 0.9390475395041075, 0.9681739420261597, 0.9992250635127821, 0.9761864988499609, 0.9749777440755799, 1.1185920911819842, 0.9996010984096022  …  1.0128148913950608, 0.9643601311596616, 1.0871619763929496, 1.0071108110479834, 0.9591293404348149, 1.0473567576765512, 1.1138866594668928, 1.0183030903754369, 1.0504537398543374, 1.098447284362764]
 [0.9860463848081689, 0.9716847501087723, 0.9669308623772892, 0.9646365640051681, 0.9669246811117161, 1.0131717110854639, 0.9891246079945577, 1.0543268531059922, 1.1732885626077654, 1.0152492187419375  …  1.0129504149464972, 0.9727387036196269, 1.0630960079494067, 1.0176841188785029, 0.9588252695398269, 1.0546222263836145, 1.140818110044002, 1.0355764384147492, 1.036495271292124, 1.1187574179226343]
 [1.0085711020573354, 0.9688124576973165, 0.9731906203406078, 0.8875361566189837, 0.9337511221653139, 0.9917939300864601, 0.9711477516182847, 1.1034427215447837, 1.2381125012644685, 0.9718812833537678  …  1.053858781600805, 1.0088169286450392, 1.0233671401856204, 1.0105631872778331, 0.986423029088711, 1.106337284755494, 1.0571880222513896, 1.0279559033203622, 1.062273669287912, 1.0744752535914042]
 [0.9985448018002562, 0.9890005186576608, 0.9814689545753578, 0.8657904412760288, 0.9652600449580027, 0.9654300719754308, 0.9410039754317325, 1.0909291826622525, 1.2736813425671867, 1.0005982339652475  …  1.0331588937786556, 0.9534195061940692, 1.0505014177103604, 1.0226781364606887, 0.9381766550748648, 1.0908547230437289, 0.9666615732892213, 1.0158855551936894, 1.1867798328282506, 1.141474031208177]
 [0.9979176373268588, 0.9677737210159575, 0.9731578453695062, 0.8386383469588713, 0.9092004841646534, 0.9653225608363216, 0.9004746679142716, 1.116162018784377, 1.226907049852087, 0.9847765727788872  …  0.994266256117669, 0.9831930560695477, 1.0838941959280866, 0.985100017865773, 0.9028551378884836, 1.1072539076277403, 0.9697196118730311, 1.0838009688192383, 1.1887551374310195, 1.1301885781373155]
 ⋮
 [6.007617830026853, 5.518750059680582, 5.208741916089139, 4.9526517022883745, 10.717076559978665, 7.178555965772261, 5.78486641092313, 5.846649048401186, 7.127984106953892, 7.74830558098805  …  4.628301277046172, 4.9016179248704, 7.077297282476337, 6.589564669243558, 8.53420124280035, 6.671835660288932, 4.94988196662736, 8.904778362042173, 7.323413010417348, 4.287439123817096]
 [6.173959160967872, 5.364251369804051, 5.247376240590091, 5.099542032946705, 11.094601933625011, 7.764965030854282, 5.529084425099932, 6.040577700122486, 7.250356506418934, 7.811905893952469  …  4.863641853013579, 4.774401730694823, 6.937836279355249, 6.853764932166131, 7.995241148298569, 7.0448134838736935, 4.8801853329138964, 9.157465845073196, 7.06475436088209, 4.369006478703452]
 [6.30933043468796, 5.220569794041702, 5.2710862516930135, 5.327456598058746, 10.919420068282582, 7.910723182676571, 5.548771339988939, 6.339042836253449, 6.720111885860936, 7.5351288104820675  …  4.594848297650571, 4.691698618421832, 6.940738679965065, 7.0549749306087195, 8.237599513823463, 7.202496228653328, 4.750167242943078, 9.504738438020553, 7.207004525988839, 4.102050277005823]
 [6.154656444749044, 5.247713695808727, 5.323191087075731, 5.181014277902353, 11.459615652070859, 7.940175370971785, 5.503139422508213, 6.797889948885585, 6.8397785043376915, 7.659744915814635  …  4.68146931874797, 4.7683275457256, 7.416770606550524, 6.847848253863965, 8.539712640187402, 6.995013967970305, 4.732595626015025, 9.50109794046614, 7.437169824974048, 4.396714226900677]
 [5.767490375177858, 5.198504465040368, 5.190126802966306, 4.976346772957234, 11.74710704521954, 7.866463333387993, 5.615621220436422, 6.6074258655017175, 6.516238283967131, 8.076917370797762  …  4.9988256876993535, 4.96913448861327, 7.18312593044942, 6.9249006705389204, 8.628344057868167, 7.278043384656616, 4.764039686985904, 9.61492984870188, 8.101000602930913, 4.233026003385014]
 [5.7674920298146075, 5.198504302704035, 5.19012800986175, 4.976346616834273, 11.747106687349568, 7.86646181150715, 5.615620287656042, 6.607425348017516, 6.516237627450753, 8.076914895411957  …  4.998824863734882, 4.969134897876926, 7.183125910726612, 6.924900610903935, 8.628345711685018, 7.278041321661102, 4.764038905983389, 9.614930051574952, 8.10100132320552, 4.233025305700403]
148 ms
Array{Float64,2}
5.9 ms
5.3 μs
3.7 ms